tag:blogger.com,1999:blog-19405860766127853952024-03-13T03:36:22.707+01:00CLUB DE ESPELEOLOGIA KIETO,KOLECTIVO KIETO,ESPELEO,EXPLORACION,EXPEDICION,LARRACLUB DE ESPELEOLOGIA KIETO, KOLECTIVO KIETO, ESPELEO, EXPLORACION, EXPEDICION, LARRAKarst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.comBlogger37125tag:blogger.com,1999:blog-1940586076612785395.post-79125819834651152762020-02-26T13:38:00.000+01:002020-07-28T14:05:16.766+02:00<div style="text-align: center;">
<i><b><span style="color: orange; font-size: large;">INVERNAL - FEBRERO 2020</span></b></i> </div>
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<b>En el ánimo del "Kolectivo Kieto" por seguir contribuyendo al estudio científico en el que estamos inmersos, y aprovechando el bajo nivel de nivación existente durante este invierno, se decidió hacer una escapada invernal a la sima de la "Kietud" para recoger muestras de aire y datos climáticos en la cavidad.</b></div>
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<b>Así, el viernes 7 de febrero cargados con todo lo necesario para abordar la actividad, incluyendo el material para acceder a la sima a -180 metros de profundidad, se hace el viaje sin incidentes. </b></div>
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<b>El sábado a primera hora se inicia el ascenso a la sima no encontrando nieve hasta la cota de 1800 metros; en esta cota las características de la nieve aún no presenta problemas para andar con normalidad, si bien, una vez llegados a la cota de 1900 (Collado de Linza) la nieve, como consecuencia del sol y las noches despejadas de nubes de los últimos días, se había transformado congelándose la superficie exterior y creando en algunas partes placas de hielo bajo superficie que hicieron necesario utilizar crampones, casco y piolet para progresar con seguridad hasta la cota de 2200 metros. </b></div>
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<span style="text-align: justify;">A<b> partir de aquí, y lamentablemente para la consecución de los objetivos propuestos, a pesar de la escasa caída de nieve para las fechas en las que estamos, nos hemos encontrado que aún queda muchísima nieve en las laderas Norte en estado de congelación y sobre todo en hoyas, dolinas y en los accesos a cavidades grandes, como ha sido el caso de la Kietud, y aunque el objetivo no se ha podido cumplir en su totalidad, al menos nos queda para el recuerdo un precioso paseo en buena compañía y por unas montañas impresionantes. </b></span><br />
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<span style="font-size: x-large;"><i><span style="color: orange;"><b>¡¡¡¡VOLVEREMOS!!!!</b></span> </i></span></div>
Juan Carloshttp://www.blogger.com/profile/12279424333721102746noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-26241282855197107912020-01-29T14:39:00.000+01:002020-01-29T14:39:30.144+01:00Cueva de Fuentemolinos - Puras de Villafranca<h2 style="text-align: center;">
<i><span style="color: orange;">"Un poco de espeleoturismo para comenzar el año"</span></i></h2>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfFZgw8Zwl3QmNx2bn_WJ1Wt-jZ_qghBdw7LAZUXJR-IKwSzyTnYrAq-UhGAIi8yv89UtT2VoTMt80MKzLpjSbk0doDEwI3Ghy3Ar7kHqnuvfO9UYNcwspKSWie8SWUDDaHne5oYl7CwY/s1600/DSC02283.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfFZgw8Zwl3QmNx2bn_WJ1Wt-jZ_qghBdw7LAZUXJR-IKwSzyTnYrAq-UhGAIi8yv89UtT2VoTMt80MKzLpjSbk0doDEwI3Ghy3Ar7kHqnuvfO9UYNcwspKSWie8SWUDDaHne5oYl7CwY/s320/DSC02283.JPG" width="320" /></a></div>
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<i><b>Los días 24, 25 y 26 de Enero 13 miembros del Kolectivo Kieto participaron en la actividad de espeleoturismo que se había organizado. </b></i><br />
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<i><b>A propuesta y acierto del coordinador de la actividad viajaron a la localidad de Puras de Villafranca para adentrarse en la impresionante y singular Cueva de Fuentemolinos, considerada uno de los mayores tesoros espeleológicos de la provincia de Burgos y por la cual discurre un pequeño río cuyas aguas abastecen a los habitantes de la localidad (y también abastecieron debidamente las botas de los participantes)</b></i></div>
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<i><b><i><b>La principal característica de esta cueva es que se desarrolla en una masa de conglomerados calcáreos del Oligoceno, lo que supone una gran rareza geológica que junto con sus más de 4 Km de desarrollo la convierten en la quinta cueva del mundo en cuanto a su género.</b></i></b></i></div>
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<i><b>Si además se le añade la belleza y abundancia de formaciones, gours, excéntricas, coladas, estalactitas, estalagmitas y columnas dejadas por la litogénesis en sus suelos, techos y paredes, resulta que se trata de una de las cuevas más importantes del mundo con estas características.</b></i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh8JgA72BgscZ1-UBic9nsSgv-YehdWCPbWGCwNGfVFY7mxWYuedoHzeJeyE96GANCau1IhNpmatkCP0ztJbC6ng9zUfevEdobLiae9M_dH1Jy8mN2NcjohVFx7fnPsCZpiTLBXZlGzqs/s1600/IMG-20200127-WA0016.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1599" data-original-width="900" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh8JgA72BgscZ1-UBic9nsSgv-YehdWCPbWGCwNGfVFY7mxWYuedoHzeJeyE96GANCau1IhNpmatkCP0ztJbC6ng9zUfevEdobLiae9M_dH1Jy8mN2NcjohVFx7fnPsCZpiTLBXZlGzqs/s320/IMG-20200127-WA0016.jpg" width="179" /></a><br />
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También se visitó el antiguo complejo minero de la localidad, pudiendo recorrer varias minas de manganeso, lo que permitió al grupo hacer un viaje al pasado y conocer la dureza de la actividad.</b></i></div>
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<i><b>Y si todo esto se hace en sintonía con una excelente organización de la actividad, la predisposición de los participantes a colaborar, compartir, disfrutar y generar buen rollo, el resultado no puede ser otro que un fin de semana para recordar y repetir.</b></i></div>
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<i><b>¡¡¡¡Y ahora LARRA!!!! y esto ya no es espeleoturismo.</b></i></div>
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Juan Carloshttp://www.blogger.com/profile/12279424333721102746noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-31407596004503711722019-11-04T08:38:00.000+01:002019-11-04T08:38:42.779+01:00<h2 style="text-align: center;">
<b><i><span style="color: orange;">"Volvemos al trabajo, somos incansables porque nos gusta lo que hacemos"</span></i></b></h2>
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<b><i>El fin de semana del 25 al 27 de octubre, realizamos la actividad que estaba programada en la Zona de Exploración que tenemos asignada en la Serranía de Cuenca, la actividad principal, hubo otras menos significativas, se centró en la Cueva del Tío Manolo, donde además de continuar con los trabajos relativos a la toma de datos climáticos, conseguimos, dadas las condiciones favorables de la hidrología y climatología de la zona, adentrarnos y revisar el sifón temporal hasta el final de la zona aérea.</i></b></div>
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En la actividad participaron cinco miembros del Kolectivo Kieto: tres pertenecientes al Club Espeleológico Kieto y dos de Club Espeleo-Leganés</div>
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Y como siempre resultó ¡¡¡espectacular!!!</div>
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Juan Carloshttp://www.blogger.com/profile/12279424333721102746noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-35021701077898079652019-10-01T10:02:00.001+02:002019-10-01T18:21:44.705+02:00<b style="color: #6fa8dc; font-size: x-large; text-align: center;"><span style="font-family: "arial" , "sans-serif"; line-height: 27.6px;"><span style="color: #674ea7;"><b style="mso-bidi-font-weight: normal;"><span style="color: #7030a0; font-family: "calibri" , "sans-serif"; font-size: 18pt;"><br /></span></b></span></span></b>
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<b style="color: #6fa8dc; font-size: x-large; text-align: center;"><span style="font-family: "arial" , "sans-serif"; line-height: 27.6px;"><span style="color: #674ea7;"><b style="mso-bidi-font-weight: normal;"><span style="color: #7030a0; font-family: "calibri" , "sans-serif"; font-size: 18pt;"><b style="text-align: center;"><span style="font-family: "arial" , "sans-serif"; line-height: 27.6px;"><b style="mso-bidi-font-weight: normal;"><span style="color: orange; font-family: "calibri" , "sans-serif"; font-size: x-large;"><i> Para el KIETO no existe un héroe, hay un equipo de trabajo…</i></span></b></span></b></span></b></span></span></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeXo-6z4MMnRC4SJ0-g-HCzPcLsNltGQS_nuys4nLIQRi5fkwnMZ1vF5orIxDQkN6kAtS3-UZ2ytfPXtkygRH-48rwNfjhZW8evBipltZVuVaF5vUUkAtMvP_gYbX2rh0Vv3-7e0LS1UE/s1600/portadaw_w.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeXo-6z4MMnRC4SJ0-g-HCzPcLsNltGQS_nuys4nLIQRi5fkwnMZ1vF5orIxDQkN6kAtS3-UZ2ytfPXtkygRH-48rwNfjhZW8evBipltZVuVaF5vUUkAtMvP_gYbX2rh0Vv3-7e0LS1UE/s640/portadaw_w.jpg" width="640" /></a></div>
<span style="font-size: large;"><span style="color: #6fa8dc;"><b><span style="font-family: "arial" , "sans-serif"; line-height: 115%;"> </span></b></span></span></div>
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<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="font-family: "arial" , "sans-serif"; line-height: 115%;"><br /></span></b></span></span><span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="font-family: "arial" , "sans-serif"; line-height: 20.7px;">El Kolectivo KIETO ha estudiado ciertos aspectos psicológicos de uno de los mayores condicionantes </span></b><b><span style="font-family: "arial" , "sans-serif"; line-height: 115%;">de las exploraciones en Simas “el equipo humano” .<span style="font-size: large;"> </span></span></b></span></span></div>
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<span style="font-size: large;"><span style="color: #6fa8dc;"><b><span style="background-color: white; font-family: "arial" , "sans-serif"; line-height: 115%;"><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>ES</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument></xml><![endif]--></span></b></span></span></div>
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<b><span style="font-family: "arial" , "sans-serif"; line-height: 18.4px;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="background-color: black; color: orange; font-family: "calibri" , "sans-serif"; font-size: x-large;">“Tú solo no puedes, con amigos sí.”</span></i></b></span></b><br />
<b><span style="font-family: "arial" , "sans-serif"; line-height: 115%;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="background-color: black; color: lime; font-family: "calibri" , "sans-serif"; font-size: x-large;"><br /></span></i></b></span></b></div>
<span style="background-color: black; color: lime;"><span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;">
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<div class="MsoNormal" style="font-family: arial, sans-serif; margin-bottom: 6pt; text-align: justify;">
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt;">
<span style="font-size: medium;"><b><span style="color: lime; line-height: 115%;"><b style="background-color: black;"><span style="font-family: "arial" , sans-serif;">La ide</span><span style="font-family: "arial" , sans-serif;">a de que todos
formamos parte de algo “grande” es fundamental (también eso nos hace sentirnos <i style="mso-bidi-font-style: normal;">grandes</i>).<o:p></o:p></span></b></span></b></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt -21.3pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="background-color: black; color: lime; line-height: 115%;"><br /></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 21.2pt 0.0001pt 0cm;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;"><b><span style="background-color: black; color: lime; font-family: "arial" , sans-serif;">La posibilidad de un cambio
estructural (también “jerárquico”), se facilita por la cohesión y la motivación
de las personas que integran el equipo (<i style="mso-bidi-font-style: normal;">y eso hay que
trabajárselo, lleva implicación y tiempo</i>).<o:p></o:p></span></b></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;"><b><span style="background-color: black; color: lime; font-family: "arial" , sans-serif;">Esta capacidad de
adaptación y evolución viene dada por:<o:p></o:p></span></b></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt 35.4pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="background-color: black; color: lime; line-height: 115%;"><br /></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt 35.4pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;"><b><span style="background-color: black; color: lime; font-family: "arial" , sans-serif;">Unas tareas claras para
todos y el compromiso logrado hacia el equipo y sus objetivos. También ayuda el
conocimiento y la capacidad técnica de las personas.<o:p></o:p></span></b></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt -21.3pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="background-color: black; color: lime; line-height: 115%;"><br /></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt 35.4pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;"><b><span style="background-color: black; color: lime; font-family: "arial" , sans-serif;">Una estructura “suficiente”
de comunicación. El conflicto grupal es inevitable, pero no necesariamente
“negativo”, se muestra como negativo cuando lo que falla es la comunicación<o:p></o:p></span></b></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt -21.3pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="background-color: black; color: lime; line-height: 115%;"><br /></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;"><b><span style="background-color: black; color: lime; font-family: "arial" , sans-serif;">La flexibilidad estructural
del equipo, lograda tras el trabajo de planificación del proyecto y que
aseguraba un amplio conocimiento por parte de todos de los objetivos genéricos
y de la tarea de los demás. <i style="mso-bidi-font-style: normal;">Esto es “gratis”, se
produce forma natural a nuestro modo de planificar e incrementa la capacidad de
decisión y ejecución del equipo.<o:p></o:p></i></span></b></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt -21.3pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="background-color: black; color: lime; line-height: 115%;"><br /></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;"><b><span style="background-color: black; color: lime; font-family: "arial" , sans-serif;">Los líderes “emergen” ante
las tareas aunque (a pesar que) exista un líder estructural (“jerárquico”). En
situaciones hostiles (“horribles”) las decisiones importantes se toman por
consenso, o “aparece” un líder orientado a la tarea en momentos “clave” (más
“horribles” que lo normal, vamos cuando hay problemas de verdad)<o:p></o:p></span></b></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;"><b><span style="background-color: black; color: lime; font-family: "arial" , sans-serif;">La condición “indispensable”
es la construcción del equipo:<o:p></o:p></span></b></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt -21.3pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="background-color: black; color: lime; line-height: 115%;"><br /></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt 35.4pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;"><b><span style="background-color: black; color: lime; font-family: "arial" , sans-serif;">Definir unos objetivos
comunes, claros y realistas. Mantienen la motivación a largo plazo.<o:p></o:p></span></b></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt 35.4pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="background-color: black; color: lime; line-height: 115%;"><br /></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt 35.4pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;"><b><span style="background-color: black; color: lime; font-family: "arial" , sans-serif;">Definir tareas y
responsabilidades claras, con roles complementarios, pero asegurarse que todos
saben de la tarea de todos.<o:p></o:p></span></b></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt 35.4pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;"><b><span style="background-color: black; color: lime; font-family: "arial" , sans-serif;">Construir un lenguaje
común. <i style="mso-bidi-font-style: normal;">“Tú
solo no puedes, con amigos sí”</i>, tiene un significado especial para los que
estuvimos aquel verano en la cueva. Y todavía lo tiene.<o:p></o:p></span></b></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt 35.4pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="background-color: black; color: lime; line-height: 115%;"><br /></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt -21.3pt; text-indent: 2cm;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;"><b><span style="background-color: black; color: lime; font-family: "arial" , sans-serif;">Encontrar momentos para
reír juntos.<o:p></o:p></span></b></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt -21.3pt; text-indent: 2cm;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="background-color: black; color: lime; line-height: 115%;"><br /></span></b></span></span></div>
<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt 35.4pt;">
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;"><b><span style="background-color: black; color: lime; font-family: "arial" , sans-serif;">Lograr un sentido de
pertenencia, que las personas se vean a sí mismas como un equipo, como un “algo
grande” que logra “cosas grandes”.<o:p></o:p></span></b></span></b></span></span></div>
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<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="background-color: black; color: lime; line-height: 115%;"><br /></span></b></span></span></div>
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<div style="line-height: 20.7pt; margin: 0cm 0cm 0.0001pt;">
<span style="font-size: medium;"><b><span style="line-height: 115%;"><b><span style="font-family: "arial" , sans-serif;"><span style="background-color: black; color: lime;">La magia está en la
comunicación, que se muestra como el elemento central que asegura la
permanencia y la evolución del equipo.</span><span style="color: #6fa8dc;"><o:p></o:p></span></span></b></span></b></span></div>
</div>
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;">
<span style="color: black; font-family: "arial" , sans-serif;"> </span></span></b></span></span><br />
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<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqoU1FumKse4Dp93wEG9IEpjvBf1nIak4x1ORDzkTX7DjU7Oy-TpeuYiEXgdLvE2rPfXx6j_Snri00JoH5qDIdRXooTgne2aIh4cFwpXrIfULEfdxArvdI_WCq5IsWWUyYgWvy6EdMhW8/s1600/bultos_w.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqoU1FumKse4Dp93wEG9IEpjvBf1nIak4x1ORDzkTX7DjU7Oy-TpeuYiEXgdLvE2rPfXx6j_Snri00JoH5qDIdRXooTgne2aIh4cFwpXrIfULEfdxArvdI_WCq5IsWWUyYgWvy6EdMhW8/s320/bultos_w.jpg" width="213" /></a></span></b></span></span></div>
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<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;"><br /></span></b></span></span></div>
<span style="font-size: medium;"><span style="color: #6fa8dc;"><b><span style="line-height: 115%;">
<span style="color: #6fa8dc; font-family: "arial" , sans-serif; font-size: large;"> </span><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFLE_pjy5VevuBVNAHzaCGxGCCN7DJBnq87l9zZh4riissOO0ejNXlH4axmwbj9MP-EwvwhWTaTYdhPSjCVALt5p2fh1gMKq2PO2WlzVueUAAz4B-JR0WidJgR5d1gqmidrE0ToljWOLQ/s1600/fisio_w.jpg" imageanchor="1" style="clear: left; color: #6fa8dc; float: left; font-family: arial, sans-serif; font-size: x-large; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFLE_pjy5VevuBVNAHzaCGxGCCN7DJBnq87l9zZh4riissOO0ejNXlH4axmwbj9MP-EwvwhWTaTYdhPSjCVALt5p2fh1gMKq2PO2WlzVueUAAz4B-JR0WidJgR5d1gqmidrE0ToljWOLQ/s320/fisio_w.jpg" width="320" /></a></span></b></span></span>Juan Carloshttp://www.blogger.com/profile/12279424333721102746noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-9771897046646869242019-09-28T22:54:00.000+02:002019-10-01T14:28:47.336+02:00Ahora si que si temblad malditossssssss<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2pji49NOgW-5nRUsC4NY0urh29Qqv_cEqMX2CdbLGjNt4YafsaG9RUbgaZhRFQiHTuJqP2XL-a9VDzwICxcWguhN8cNitc4c0wGmXj3n1c3Z5GZVTCYVWEmLhiBZNxh6MOsdPFSVMU0w/s1600/IMG_7529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2pji49NOgW-5nRUsC4NY0urh29Qqv_cEqMX2CdbLGjNt4YafsaG9RUbgaZhRFQiHTuJqP2XL-a9VDzwICxcWguhN8cNitc4c0wGmXj3n1c3Z5GZVTCYVWEmLhiBZNxh6MOsdPFSVMU0w/s400/IMG_7529.jpg" width="400" /></a></div><br />Juan Carloshttp://www.blogger.com/profile/12279424333721102746noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-22905306567151441112014-10-09T16:06:00.004+02:002014-10-09T16:06:48.800+02:00ULTIMA HORABuenos días a todos<br />
Lamentamos este tiempo de desinformación en nuestro blog acerca de la expedición KGE 2014, muchos de los componentes de esta expedición hemos tenido que participar en el rescate de uno de nosotros ( Cecilio ) en Perú y por tanto no hemos podido escribir nada de los resultados.<br />
Intentaremos cuanto antes reportaros todo lo acontecido ....<br />
Gracias<br />
<br />
<br />
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<br />Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-3377989502556852142014-08-19T11:32:00.001+02:002014-08-19T11:32:08.493+02:00DIA 15 PROSIGUEN LOS TRABAJOS CIENTIFICOSDurante toda la expedición se han ido situando todos los sensores, estaciones meteorológicas, trampas, etc para recoger todo tipo de datos y muestras que ayuden en los trabajos científicos. Un duro y lento trabajo que no siempre obtiene resultados sorprendentes , pero si interesantes. Aqui teneis una muestra..<br />
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Estación en BU 56 </div>
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Estación en KIETUD </div>
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Vivac KIETUD -411 </div>
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Trampas biológicas KIETUD -411</div>
Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-87966880525106244612014-08-19T10:31:00.001+02:002014-08-19T10:31:14.476+02:00LARRA BELLEZA Y DUREZALarra es un terreno lleno de sorpresas tanto por su belleza como por su dureza y eso es lo que hace que año tras año y de forma incansable los espeleólogos de varias generaciones continuen viniendo a explorar estas tierras. Os dejamos algunas imágenes habituales.<br />
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<br />Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-37543343677875347342014-08-13T18:26:00.001+02:002019-09-28T23:35:29.658+02:00Día 13 de agostoHoy los equipos de punta comienzan los trabajos de buceo en la BU56 , el buceador ya se encuentra en el vivac -1300 , en la sima de la kietud retomamos los trabajos de exploración mañana día 14 , hasta el próximo día 17 no tendremos noticias de los resultados de las exploraciones momento en el que iniciáremos la desintalacion de las cavidades...<br />
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Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-58126348143654329102014-08-11T17:53:00.000+02:002014-08-19T10:22:43.402+02:00DIA 11 DE AGOSTO SEMANA CRUCIAL....Se incorporan a la expedición la tercera oleada de espeleólogos ... al mismo tiempo Calvo , Felipe , Ceci y otros regresan a la rutina en la ciudad ... posiblemente este blog quede algo inactivo hasta el dia 18 pues la falta de cobertura en estos fantásticos valles no obliga a buscar cobertura a varios kilómetros del campamento... esperamos publicar los resultados de esta semana crucial , hasta la fecha todo marcha bien , os mantendremos informados ... suerte a todos.<br />
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os dejamos unas cuantas imágenes de la expedición, esperamos que os gusten.<br />
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<br />Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-40121566858976752402014-08-11T17:44:00.002+02:002014-08-19T10:23:29.390+02:00DIA 10 DE AGOSTO , AJUSTES Y AL ATAQUE EN LA BU56 ya están todos lo vivac y el material listo para bucear los sifones , queda organizar los turnos para aprovisionar los 3 vivac (-500) inicio de la zona acuática, (-850) apoyo buceo y (- 1130) vivac de buceadores , mientas en la Sima de la kietud los camaradas duermen en el viva de -450 m , preparados para buscar la posible conexión del sistema... esperemos tener suerte y dar con el paso.<br />
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<br />Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-6156397912010305582014-08-11T17:34:00.001+02:002014-08-11T17:34:43.670+02:00DIA 9 DE AGOSTO COMIENZA EL TRABAJO ESPECIFICO YA ESTA TODO LO NECESARIO PARA QUE LOS EQUIPOS DE TRABAJO EXPLOREN LAS CAVIDADES... con la llegada de la segunda horda de espeleólogos sedientos de aventura nos enfrentemos de cara a las inclemencias... en algunos pasos de la cavidades tenemos que cambiar la instalacion y retirar algunos bloques o roca que puede entrañar un peligro potencial a los expedicionarios , vamos ... veremos que nos depara el viajar al centro de la tierra.<br />
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esta mañana , una manifestación no autorizada rodea el campamento .... ¿seremos capaces de disolver a las masas?</div>
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<br />Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-76945772987320292072014-08-11T17:24:00.002+02:002014-08-11T17:24:17.623+02:00DIAS 5 Y 6 DE AGOSTO DE LA NORMALIDAD... AL RESCATE.... Todo marchaba segun lo previsto...<br />
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pero uno de nuestros compañeros sufre un incidente a -260 m de profundidad en la sima de la Kietud (-512m ), como es normal , activamos nuestro protocolo de actuación en estos casos , asistimos al compañero en cavidad y activamos los servicios de emergencia.. esperemos que pronto se recupere y regrese a explorar las simas de Larra.<br />
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<br />Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-74196791638372964782014-08-11T17:15:00.002+02:002014-08-11T17:15:41.103+02:00DIA 3 DE AGOSTO PRIMERA ENTRADA EN LAS SIMAS... Entramos a instalar en la sima de la Kietud y BU56 nos esperan unos dias muy intensos de actividad , hay que instalar la sima , montar los vivac , revisar topografias... todo acompañado de un tiempo com lluvias y mucho viento , aqui a esto se le llama .... un dia normal.<br />
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<br />Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-16602114987293652562014-08-11T17:10:00.000+02:002014-08-11T17:10:09.983+02:00EL CAMPAMENTO BASE ...HOGAR EN LAS NUBES...<div class="separator" style="clear: both; text-align: center;">
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HOGAR EN LAS NUBES... así es nuestro campamento base , ya esta todo montado ahora nos queda lo personal y preparar el material de espeleología y el material cientifico , vamos a ello<br />
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cocina , refugio, oficina , almacén ,Ágora .... lo es todo es estas tierras altas.<br />
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<br />Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-36949713761569463422014-08-11T17:03:00.002+02:002014-08-11T22:57:33.816+02:00El inicio del viaje al centro de la tierra....DIA 1 DE AGOSTO DE 2014 : LOS PREPARATIVOS<br>
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<span style="font-family: Verdana, sans-serif;">Una semana frenetica de preparativos , estamos cargando todos los vehículos en Madrid destino al Refugio de linza , en total movemos para este arranque de la expedición 2000 kg de material de espeleología, 3500 kg de comida y material común para el campamento base , mas de 300 kg de material de buceo otros 100 kg de material cientifico y casi 10.000 kg de material personal. a lo largo de la expedición los integrantes seguirán subiendo a sus espaldas los productos perecederos y aquellas necesidades de ultima hora.<br><br>para ello contamos con el servicio de Helitrans Pyrinees con su helicóptero subira en 4 viajes un 25% de del peso total . </span><br>
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<span style="font-family: Verdana, sans-serif;">si por cuestiones climatológicas fuera imposible contar con los servicios de </span><span style="font-family: Verdana, sans-serif;">Helitrans Pyrinees contamos con un as en la manga....</span><br>
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<span style="font-family: Verdana, sans-serif;">Trekking Mule un servicio de transporte con mulas , queremos agradecer a Kike y Alberto , los maestros muleros , por aguantar hasta el ultimo día su disponibilidad , la verdad son gente muy maja y esperamos contar con ellos para la bajada desde el campamento. </span><br>
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DIA 2 DE AGOSTO :</div>
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8:00</div>
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el tiempo esta mas bien mal pero contamos con un claro de 9 a 11 de la mañana para que Arich pueda hacer el transporte del material.</div>
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10:00 Genial ya esta aqui el helicóptero , enganchamos los sacos y a volar¡¡¡¡¡</div>
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12:00 subida para el campamento base y oficialmente ,comienza KGE 2014. </div>
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Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-30418136296669809472014-05-29T17:13:00.000+02:002014-05-29T17:13:42.377+02:00Bitácora 5<!--[if gte mso 9]><xml>
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<b><span lang="ES-TRAD" style="color: #cccccc; font-family: "Arial","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">DIA 67</span></b><span lang="ES-TRAD" style="color: #cccccc; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span lang="ES-TRAD" style="font-size: 18.0pt;">"</span><span lang="ES-TRAD">Aún
tenían que transcurrir cuarenta y ocho horas, que, con harto sentimiento mío,
me vi precisado a invertir en los preparativos de marcha. Pusimos nuestros
cinco sentidos y potencias en disponer cada objeto del modo más ventajoso: los
instrumentos a un lado…….</span><span lang="ES-TRAD" style="font-size: 18.0pt;">"</span><span style="color: black; font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;"></span></div>
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<span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">También nosotros como Axel, el sobrino
del profesor Lidenbrock, vamos preparando nuestros instrumentos. El diseño e
implementación de la estación climática marcha a toda máquina y aunque falta
mucho trabajo, ya registra varios parámetros.</span></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5ftVTKZjLn-9kkG77iHd4y7hZQcEvhNivxXeNCK0HJ1HuNCJNj6aKFvwDT_cDtp0O2PQY8EOv5fmXDbGD4EqPgkn35wHx65y2xohncwBddvpTXlwSJdG39FwniYVgeGXCMogsFue6GQ6l/s1600/W_anemometro1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5ftVTKZjLn-9kkG77iHd4y7hZQcEvhNivxXeNCK0HJ1HuNCJNj6aKFvwDT_cDtp0O2PQY8EOv5fmXDbGD4EqPgkn35wHx65y2xohncwBddvpTXlwSJdG39FwniYVgeGXCMogsFue6GQ6l/s1600/W_anemometro1.jpg" height="231" width="320" /></a></div>
<div class="MsoNormal" style="line-height: 13.85pt; text-align: justify; text-indent: 35.4pt; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 13.85pt; text-align: justify; text-indent: 35.4pt; text-justify: inter-ideograph;">
<span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Mucha es la infraestructura necesaria,
pero continuamos sin descanso todos los preparativos.</span></div>
<div class="MsoNormal" style="line-height: 13.85pt; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 13.85pt;">
<br /></div>
<div class="MsoNormal" style="mso-line-height-alt: 13.85pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "Garamond","serif"; font-size: 20.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Tempus fugit</span></i></b></div>
<div class="MsoNormal" style="line-height: 13.85pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">
</span></span></i></div>
<div class="MsoNormal" style="line-height: 13.85pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">CAVEX
- KIETO</span></b></div>
Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-44784326532801183642014-05-25T17:18:00.001+02:002014-05-25T17:18:25.607+02:00Bitácora 4<!--[if gte mso 9]><xml>
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de bitácora</span></b><span lang="ES-TRAD" style="color: #cccccc; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span lang="ES-TRAD" style="font-size: 18.0pt;">"</span><span lang="ES-TRAD" style="font-size: 14.0pt;">Súbitamente se presentó la claridad en mi espíritu:
acababa de descubrir la clave del enigma</span><span lang="ES-TRAD">.</span><span lang="ES-TRAD" style="font-size: 18.0pt;">"</span><span style="color: black; font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;"></span></div>
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<span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">De igual forma que la frase del
protagonista de Julio Verne , el día 1 de Junio de 2014 a las 12h revelaremos
los secretos de nuestra expedición con <span style="mso-spacerun: yes;"> </span>una presentación en el Salón de actos de
Navalafuente que amablemente nos cede el Ayuntamiento de Navalafuente. Dicha <span style="mso-spacerun: yes;"> </span>expedición internacional de espeleología que
realizarán el KOLECTIVO-KIETO y el CAVEX-TEAM se llevará a cabo este verano en
el macizo de Larra en el Pirineo español.</span></div>
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<span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Se explicaran los objetivos generales de la expedición y se
proyectará un audiovisual esperando sea del agrado de todos los asistentes.</span></div>
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<br /></div>
<div class="MsoNormal" style="mso-line-height-alt: 13.85pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 20.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Te esperamos</span></i></div>
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<i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></i></div>
<div class="MsoNormal" style="line-height: 13.85pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">CAVEX
- KIETO</span></b></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
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Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-40517412507615603892014-05-19T10:42:00.002+02:002019-09-28T23:31:28.187+02:00Bitácora 3<!--[if gte mso 9]><xml>
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<b><span lang="ES-TRAD" style="color: #cccccc; font-family: "times" , "serif"; font-size: 36.0pt;">Cuaderno
de bitácora</span></b><span lang="ES-TRAD" style="color: #cccccc; font-family: "arial" , "sans-serif"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: 13.85pt;">
<br /></div>
<div class="MsoNormal" style="mso-line-height-alt: 13.85pt;">
<b><span lang="ES-TRAD" style="color: #cccccc; font-family: "arial" , "sans-serif"; font-size: 18.0pt;">DIA 57</span></b><span lang="ES-TRAD" style="color: #cccccc; font-family: "arial" , "sans-serif"; font-size: 10.0pt;"></span></div>
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<span lang="ES-TRAD" style="font-size: 18.0pt;">"</span><span lang="ES-TRAD" style="font-size: 14.0pt;">Lo que tú llamas oscuridad resulta para mí luz, pues
me demuestra el ingenio desplegado</span><span lang="ES-TRAD" style="font-size: 18.0pt;">"</span><span style="color: black; font-family: "georgia" , "serif"; font-size: 18.0pt;"></span></div>
</div>
<div class="MsoNormal" style="line-height: 13.85pt;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdse18uXjM0wXJ_fXHK20A5IeyqryQ6h6PQc-ipH05mJJb_pZmA9fR2pc4UJ8iM8vee2KXr-nZn-pRxXVOxbvI1960VGjsdx_kF8YaVAFOromQq8Nd2QupDVTJZqYeTH6MohQA9lzVZvDH/s1600/150Viaje-al-centro-de-la-Tierra.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdse18uXjM0wXJ_fXHK20A5IeyqryQ6h6PQc-ipH05mJJb_pZmA9fR2pc4UJ8iM8vee2KXr-nZn-pRxXVOxbvI1960VGjsdx_kF8YaVAFOromQq8Nd2QupDVTJZqYeTH6MohQA9lzVZvDH/s1600/150Viaje-al-centro-de-la-Tierra.jpg" width="200" /></a><span lang="ES-TRAD" style="color: #cccccc; font-family: "arial" , "sans-serif"; font-size: 10.0pt;"> </span></div>
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<span lang="ES-TRAD" style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Así contestó el
profesor Lidenbrock para despejar cualquier duda acerca del espíritu de la
exploración. </span></div>
<div class="MsoNormal" style="line-height: 13.85pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 13.85pt;">
<span lang="ES-TRAD" style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;"></span><span lang="ES-TRAD" style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: 13.85pt;">
<span lang="ES-TRAD" style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Este espíritu, innato
en el hombre y motor de la evolución social y científica, <span style="mso-spacerun: yes;"> </span>es el que KGE impulsa para aunar ciencia y
exploración y con ese espíritu es con el que solicitamos colaboración o
patrocinio a diversas entidades. Una de esas entidades es el ayuntamiento donde
tiene la sede social de uno de los grupos organizadores (Navalafuente), que
amablemente ha cedido sus instalaciones de rocódromo para realizar la segunda
fase del proyecto de fisiología. Esto permitirá realizar la segunda fase en
unas condiciones ideales ya que dispondremos del espacio necesario para los
análisis de rendimiento y captura de las imágenes para el estudio biomecánico
de la actividad espeleológica</span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyf0Kaxl6pIiGeXRPCkFVHV2mzXTcZRU_3WqL45xOMp9-5dPPKsHfx0zvgPdZ2QwOuOSDOpvkxJ4kMLISfaSJC9zRcBpH4J1kBQV7IkbDrMoMtDcVppUJ7sQkDJilbjiZsk_AXLL_IS8MR/s1600/w_ROCO.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyf0Kaxl6pIiGeXRPCkFVHV2mzXTcZRU_3WqL45xOMp9-5dPPKsHfx0zvgPdZ2QwOuOSDOpvkxJ4kMLISfaSJC9zRcBpH4J1kBQV7IkbDrMoMtDcVppUJ7sQkDJilbjiZsk_AXLL_IS8MR/s1600/w_ROCO.jpg" width="119" /></a></div>
<br />
<br />
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<br /></div>
<div class="MsoNormal" style="line-height: 13.85pt;">
<span lang="ES-TRAD" style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">KGE <span style="mso-spacerun: yes;"> </span>realizará una presentación en el municipio de
los equipos, la espeleología en general, la zona de exploración y la expedición
de este año 2014. En el momento en que esté definida la fecha , lo publicaremos
en esta página.. </span></div>
<div class="MsoNormal" style="line-height: 13.85pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 13.85pt;">
<span lang="ES-TRAD" style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;">KIETO-CAVEX</span></div>
Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-62494913494483139222014-04-25T19:30:00.003+02:002014-04-25T19:31:45.094+02:00Bitacora 2<!--[if gte mso 9]><xml>
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de bitácora</span></b><span lang="ES-TRAD" style="color: #cccccc; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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protagonistas de la novela , nos preparamos para lo que será , un viaje
alucinante bajo el agua , ya disponemos de la información que otros grandes
exploradores nos legaron con sus escritos , en esta ocasión se trata de la red
de sifones de la BU-56 , cientos de metros de galerías inundadas que
posiblemente sean el camino a nuevos mundos desconocidos , nuevas especies y
nuevos logros deportivos. </span></div>
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a el ultimo punto conocido de la cavidad se impone , pero aun mas cuando
repasas la topografía de la cavidad y descubres que tenemos mas de 10 km de
desarrollo para llegar a la cota de -1408m de profundidad. Ya sabemos donde
empieza el viaje, solo llegar al punto de partida será una gran aventura , en
esta ocasión el equipo humano es el Nautilus, los buceadores entrenan e
intentan visualizar como serán esas galerías y que dificultades pueden dar al
traste con la inmersión , los porteadores entrenan y estudian la forma de bajar
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curiosidad por saber que esconden esas montañas en su interior, que estamos
trabajando en otras cavidades e intentado descifrar el secreto de Larra, ríos
subterráneos que manan sus aguas en tierras de Francia,<span style="mso-spacerun: yes;"> </span>fracturas del terreno que esconden nuevas
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_2MhZSkTyp2cW9dZ_Tx5L-En66dp_8Ilzf7KxfRrhgQFkL5pOguzMECFAJf4voL6WnbWc1_kAh5Hx3VC0DFHR55QG9tIjBS98Bif-dw7_ouEatiXfg73lK2uYH1y-y5jNirI8tUZ-h618/s1600/bicho1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_2MhZSkTyp2cW9dZ_Tx5L-En66dp_8Ilzf7KxfRrhgQFkL5pOguzMECFAJf4voL6WnbWc1_kAh5Hx3VC0DFHR55QG9tIjBS98Bif-dw7_ouEatiXfg73lK2uYH1y-y5jNirI8tUZ-h618/s1600/bicho1.jpg" /></a></div>
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<span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Las muestras de apoyo
a nuestra aventura sin precedentes son constantes y crecen cada día, cabe
destacar<span style="mso-spacerun: yes;"> </span>comentarios como …. “Con la que
está cayendo (en referencia a la crisis) ¿como os metéis en ese charco? …
sencillamente por que nuestros predecesores nos enseñaron que no hay gloria sin
sacrificio, contamos con el equipo <a href="https://draft.blogger.com/null" name="_GoBack"></a>y las ganas solo resta
esperar la recompensa del éxito o al menos la satisfacción del trabajo bien
hecho.</span></div>
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<span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span><br />
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<span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="color: cyan;"><b><span style="font-size: small;"><span lang="ES-TRAD">“Todo lo que
una persona puede imaginar, otros pueden hacerlo realidad”</span></span></b></span></span></div>
<span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span><span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
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<span style="font-size: x-small;"><i><span lang="ES-TRAD">Julio Verne.</span></i></span><span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
</span><span style="color: cyan;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><div class="MsoNormal" style="line-height: 13.85pt;">
<span style="font-size: small;"><b><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">“Realizaremos lo difícil,
en lo imposible tardaremos un poco más”</span></b></span></div>
</span></span><span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
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<i><span style="font-size: x-small;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">KIETO-CAVEX</span></span></i></div>
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</span>Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-87765635844708195712014-03-26T18:14:00.001+01:002014-03-26T19:05:42.768+01:00Cuaderno de Bitácora<!--[if !mso]>
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mso-pagination:widow-orphan;
font-size:12.0pt;
font-family:"Cambria","serif";
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-ansi-language:ES-TRAD;}
</style>
<![endif]--><!--[if gte mso 9]><xml>
<o:shapedefaults v:ext="edit" spidmax="1027"/>
</xml><![endif]--><!--[if gte mso 9]><xml>
<o:shapelayout v:ext="edit">
<o:idmap v:ext="edit" data="1"/>
</o:shapelayout></xml><![endif]-->
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: 18thCentury; font-size: 36.0pt; mso-bidi-font-family: Arial;"><span style="font-family: Times,"Times New Roman",serif;">Cuaderno
de bitácora</span> </span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-family: "Arial","sans-serif";"><span style="font-size: large;"><b>DIA
1</b></span> </span></div>
<div class="MsoNormal">
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" 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" 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<i><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">Hoy
es un gran día …</span></i></div>
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<span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">Tal
día como hoy, 24 de marzo de 1905 falleció un gran escritor JULIO VERNE<span style="mso-spacerun: yes;"> </span>, muchos crecimos leyendo sus novelas de
aventuras , las cuales inspiraron a generaciones enteras de inconformistas ,
aventureros y soñadores. </span></div>
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<span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">Podemos
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<div class="MsoNormal">
<span style="background-color: white;"><span style="font-size: small;"><b><i><span lang="ES-TRAD" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: black; font-family: "Helvetica","sans-serif";">Viaje al centro de la Tierra</span></i></b><span lang="ES-TRAD" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: black; font-family: "Helvetica","sans-serif";"> (<b><i>Voyage au centre de la Terre</i></b>)
es una </span><span lang="ES-TRAD"><a href="http://es.wikipedia.org/wiki/Novela" title="Novela"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: #0b0080; font-family: "Helvetica","sans-serif"; text-decoration: none;">novela</span></a></span><span lang="ES-TRAD" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: black; font-family: "Helvetica","sans-serif";"> de </span><span lang="ES-TRAD"><a href="http://es.wikipedia.org/wiki/Julio_Verne" title="Julio Verne"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: #0b0080; font-family: "Helvetica","sans-serif"; text-decoration: none;">Julio Verne</span></a></span><span lang="ES-TRAD" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: black; font-family: "Helvetica","sans-serif";">, publicada el </span><span lang="ES-TRAD"><a href="http://es.wikipedia.org/wiki/25_de_noviembre" title="25 de noviembre"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: #0b0080; font-family: "Helvetica","sans-serif"; text-decoration: none;">25 de noviembre</span></a></span><span lang="ES-TRAD" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: black; font-family: "Helvetica","sans-serif";"> de </span><span lang="ES-TRAD"><a href="http://es.wikipedia.org/wiki/A%C3%B1o_1864" title="Año 1864"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: #0b0080; font-family: "Helvetica","sans-serif"; text-decoration: none;">1864</span></a></span><span lang="ES-TRAD" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: black; font-family: "Helvetica","sans-serif";">, que trata de la expedición de un profesor
de </span><span lang="ES-TRAD"><a href="http://es.wikipedia.org/wiki/Mineralog%C3%ADa" title="Mineralogía"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: #0b0080; font-family: "Helvetica","sans-serif"; text-decoration: none;">mineralogía</span></a></span><span lang="ES-TRAD" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: black; font-family: "Helvetica","sans-serif";">, su sobrino y un guía al interior del globo.</span></span></span></div>
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" 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" /></a><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">A lo largo de este año la EXPEDICION INTERNACIONAL KGE 2014 brindará un especial
homenaje a las obras de Julio Verne, dicha expedición buscar objetivos
similares a los que el autor transmite en las obras de la serie “Viajes
Extraordinarios”</span><br />
<br />
<span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">Escribe Hetzel, al momento de concebir el título de la colección: </span></div>
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<span lang="ES-TRAD" style="font-family: "Arial","sans-serif";"><i><span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 9.0pt;">"Viajes extraordinarios</span></i><span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 9.0pt;"> por los mundos conocidos y desconocidos. Su finalidad es
(...) resumir todos los conocimientos geográficos, geológicos, físicos y
astronómicos acumulados por la ciencia moderna y rehacer, bajo la atractiva
forma que le es propia, la historia del Universo."</span><span style="color: #0b0080; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"> </span></span><br />
<span lang="ES-TRAD" style="font-family: "Arial","sans-serif";"><a href="http://es.wikipedia.org/wiki/Pierre-Jules_Hetzel" title="Pierre-Jules Hetzel"><span style="color: #0b0080; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"> Pierre-Jules Hetzel</span></a></span><span lang="ES-TRAD" style="color: black; font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">, <span style="color: #eeeeee;">nota introductora del
primer tomo de</span> </span><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";"><a href="http://es.wikipedia.org/wiki/Las_aventuras_del_capit%C3%A1n_Hatteras" title="Las aventuras del capitán Hatteras"><i><span style="color: #0b0080; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">Las aventuras del
capitán Hatteras</span></i></a></span><i><span lang="ES-TRAD" style="color: black; font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";">.</span></i></div>
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por </span><span style="color: blue;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: ES-TRAD; mso-bidi-language: AR-SA; mso-fareast-font-family: "MS Mincho"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast;"><a href="http://es.wikipedia.org/wiki/Michel_Serres" title="Michel Serres"><span style="font-size: 10.0pt; text-decoration: none; text-underline: none;">Michel
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marítimo, cósmico) o en el tiempo (pasado, presente, porvenir: <i>ayer y mañana</i>),
un recorrido de tal punto dado a tal otro deseado; [...] en segundo lugar, es
un viaje enciclopédico: la odisea es circular, recorre el ciclo de la
sabiduría; [...] por último, es un viaje iniciático en el mismo sentido que el
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<span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Después de tan vital inspiración ,
los integrantes del la Expedición internacional KGE estamos condenados a seguir
los pasos de los protagonistas de las novelas , pues intentaremos descubrir
nuevas especies desde las altas montañas del Pirineo<span style="mso-spacerun: yes;"> </span>hasta las profundidades de la tierra …
intentaremos bucear sifones de los mas profundos de la península y conectar
cuevas y simas que pueden dar lugar a la cavidad mas profunda de España con mas
de 1600 metros de profundidad … ¿hay algo mas emocionante que desconocer el
destino del viaje? No hay nada mas emocionante que el desconocer donde te
diriges y descubrir nuevos mundos… lo especial de este viaje será compartir con
todos vosotros los nuevos descubrimientos , subiremos a la nube en cada momento
el día a día de esta expedición , tal y como hacían los aventureros en sus
diarios , te invitamos a seguirnos en esta aventura … con tres sencillas frases
de Julio Verne …la inspiración.</span></div>
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Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-52820984395739062382014-02-24T20:44:00.002+01:002014-03-25T17:58:48.463+01:00<div class="MsoNormal" style="margin-bottom: 7.5pt; mso-outline-level: 1;">
<span style="font-family: Georgia; font-size: 45.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;">KGE Karst
Global Exploration "The Cave Must Go On..."<o:p></o:p></span></div>
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<span style="font-family: Arial; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";">jueves, 6 de febrero de 2014<o:p></o:p></span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=1940586076612785395" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=1940586076612785395" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=1940586076612785395" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=1940586076612785395" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=1940586076612785395" name="1831825886784086772"></a><span style="font-family: Georgia; font-size: 22.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";"><a href="http://karstglobalexploration.blogspot.com.es/2014/02/kge-karst-global-exploration-cave-must.html"><span style="color: windowtext;">K.G.E. Karst Global Exploration. "The Cave Must
Go On..."</span></a><o:p></o:p></span></div>
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<span style="font-family: Arial; font-size: 10.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";">¿Que significa K.G.E ?<br />
<br />
Karst Global Exploration - Exploración Global del Karst es un nuevo
concepto , consiste en la exploración y estudio del sistema karstico en
su conjunto, condensando todas las disciplinas que podamos reunir para hacer
posible tan épico proyecto, compartiendo en tiempo real con el mundo mediante
las nuevas tecnologías.<o:p></o:p></span></div>
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<br />
Al ritmo que el mundo y la sociedad se modifica y evoluciona nacen nuevas
tecnologías , sistemas de relación entre las personas ,nuevas profesiones etc.<br />
<br />
La RED , todo esta interconectado , con KGE podemos vivir las
experiencias de los aventureros y exploradores, tendremos al oportunidad de
ayudar desde nuestro puesto de trabajo o desde nuestro hogar a completar la
historia de un espacio natural que nos lleva hablando miles de años y que hasta
ahora no fuimos capaces de entender su historia y evolución de forma global.<o:p></o:p></span></div>
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<a href="https://3.bp.blogspot.com/-RwDVP3-IWXM/UvPJw5bmieI/AAAAAAAAABQ/slyTHnEAJxc/s1600/1958 JonAranaMA.jpg"><span lang="ES" style="color: windowtext; font-family: Arial; font-size: 10.5pt; mso-ansi-language: ES; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape id="Imagen_x0020_4"
o:spid="_x0000_i1025" type="#_x0000_t75" alt="Descripción: http://3.bp.blogspot.com/-RwDVP3-IWXM/UvPJw5bmieI/AAAAAAAAABQ/slyTHnEAJxc/s1600/1958+JonAranaMA.jpg"
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conocimiento, una experiencia única que sera la herencia para futuras
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Karst Global Explorationhttp://www.blogger.com/profile/02018024311960799855noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-41444607390636382592013-09-07T10:58:00.000+02:002019-10-01T14:28:47.612+02:00No existe un héroe, hay un equipo de trabajo....<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>ES</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> 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left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeXo-6z4MMnRC4SJ0-g-HCzPcLsNltGQS_nuys4nLIQRi5fkwnMZ1vF5orIxDQkN6kAtS3-UZ2ytfPXtkygRH-48rwNfjhZW8evBipltZVuVaF5vUUkAtMvP_gYbX2rh0Vv3-7e0LS1UE/s640/portadaw_w.jpg" width="640" /></a><span style="font-size: large;"><span style="color: #6fa8dc;"><b><span style="font-family: "Arial","sans-serif"; line-height: 115%;"> </span></b></span></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-size: large;"><span style="color: #6fa8dc;"><b><span style="font-family: "Arial","sans-serif"; line-height: 115%;">El Kolectivo KIETO, equipo que ha colaborado con el CAVEX en Krubera-Voronya y otras cavidades, ha estudiado ciertos aspectos psicológicos de uno de los mayores condicionantes de las grandes exploraciones, “el equipo humano” y por la relación de amistad que nos une con el CAVEX hemos colaborado con un Post en el 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Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles></xml><![endif]--><!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabla normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman","serif";} </style><![endif]--> </span></b></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: #7030a0; font-family: "Calibri","sans-serif"; font-size: 18.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="font-size: x-small;">"El peligro de las simas inundadas" </span></span></b><span style="font-size: x-small;"><a href="http://www.jesuscalleja.es/" target="_blank">www.jesuscalleja.es</a></span><br /><span style="font-size: large;"><span style="color: #6fa8dc;"><b><span style="font-family: "Arial","sans-serif"; line-height: 115%;"></span></b></span></span></div><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; text-align: center;"><span style="font-size: large;"><b><b style="mso-bidi-font-weight: normal;"><span style="color: #7030a0; font-family: "Calibri","sans-serif"; font-size: 18.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></b></b></span></div><span style="font-size: large;"><span style="color: #6fa8dc;"><b><span style="font-family: "Arial","sans-serif"; line-height: 115%;"></span></b></span></span><br /><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; text-align: center;"><span style="font-size: large;"><span style="color: #6fa8dc;"><b><span style="font-family: "Arial","sans-serif"; line-height: 115%;"><br /></span></b></span></span></div><span style="font-size: large;"><span style="color: #6fa8dc;"><b><span style="font-family: "Arial","sans-serif"; line-height: 115%;"></span></b></span></span><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; text-align: center;"><span style="font-size: large;"><span style="color: #6fa8dc;"><b><span style="font-family: "Arial","sans-serif"; line-height: 115%;"><span style="color: #674ea7;"><b style="mso-bidi-font-weight: normal;"><span style="color: #7030a0; font-family: "Calibri","sans-serif"; font-size: 18.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">No existe un héroe, hay un equipo de trabajo…</span></b></span></span></b></span></span></div><span style="font-size: large;"><span style="color: #6fa8dc;"><b><span style="font-family: "Arial","sans-serif"; line-height: 115%;"><div class="MsoNormal" style="margin-bottom: 6.0pt; text-align: justify;"><br /></div><div class="MsoNormal" style="margin-bottom: 6pt; text-align: justify;"><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">En 1999 el Kolectivo KIETO se propone convertir una campaña espeleológica en Larra (Pirineos), concretamente en la sima BU-56, en un laboratorio para que un equipo trabaje en condiciones “extremas” (horribles). Y lo consigue.</span></span></div><span style="font-size: xx-small;"></span><span style="color: black; font-size: xx-small;"> </span><div class="MsoNormal" style="margin-bottom: 6pt; text-align: justify;"><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">En realidad nos proponíamos aprovechar la oportunidad de visitar una gran cavidad (con una permanencia en el interior de cinco días y tres semanas de campaña, incluyendo la incursión en otra gran cavidad -A 60- ) para realizar una serie de estudios enmarcados en diferentes temas de interés para nuestra actividad como técnicos en la Federación Madrileña de Espeleología (Escuela de Espeleología y Grupo de Espeleosocorro). Nuestro afán se centraba en aspectos tan dispares como la cadena trófica de la cavidad, la organización de expediciones y grandes campañas, un reportaje de fotos para los patrocinadores (claro), o <i style="mso-bidi-font-style: normal;">un estudio sobre <b style="mso-bidi-font-weight: normal;">el trabajo en equipo y la satisfacción por la tarea</b></i>… También hacíamos espeleo, claro…</span></span></div><span style="font-size: xx-small;"></span><span style="color: black; font-size: xx-small;"> </span><div class="MsoNormal" style="margin-bottom: 6pt; text-align: justify;"><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">En esta nota haremos referencia a un conocimiento y una actitud que adquirió relevancia desde el primer momento y que, con el tiempo, se ha mostrado como una <i style="mso-bidi-font-style: normal;">idea fuerza</i> para la gente que somos parte de este “experimento” que es el Kolectivo KIETO.</span></span></div><span style="font-size: x-small;"></span><span style="color: black; font-size: x-small;"> </span><div class="MsoNormal" style="margin-bottom: 6.0pt; text-align: justify;"><br /></div><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; text-align: center;"><span style="color: #674ea7;"><span style="background-color: white;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: #7030a0; font-family: "Calibri","sans-serif"; font-size: 16.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">“Tú solo no puedes, con amigos sí.”</span></i></b></span></span></div><div class="MsoNormal" style="margin-bottom: 6.0pt; text-align: justify;"><br /></div><div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: xx-small; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="12" src="file:///C:\Users\LUIS\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="12" /><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> <span style="color: black;"> </span></span></span></span><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">La idea de que todos formamos parte de algo “grande” (también eso nos hace sentirnos <i style="mso-bidi-font-style: normal;">grandes</i>).</span></span></div><span style="color: black;"> </span><div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="12" src="file:///C:\Users\LUIS\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="12" /><span style="font: 7.0pt "Times New Roman";"> <span style="font-size: x-small;"> <span style="color: black;"> </span></span></span></span></span><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">La posibilidad de un cambio estructural (también “jerárquico”), se facilita por la cohesión y la motivación de las personas que integran el equipo (<i style="mso-bidi-font-style: normal;">y eso hay que trabajárselo, lleva implicación y tiempo</i>).</span></span></div><span style="color: black;"> </span><div class="MsoNormal" style="margin: 0cm 0cm 6pt 36pt; text-align: justify;"><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Esta capacidad de adaptación y evolución viene dada por:</span></span></div><span style="color: black;"> </span><div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="12" src="file:///C:\Users\LUIS\AppData\Local\Temp\msohtmlclip1\01\clip_image002.gif" width="25" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Unas tareas claras para todos y el compromiso logrado hacia el equipo y sus objetivos. También ayuda el conocimiento y la capacidad técnica de las personas.</span></span></div><span style="color: black;"> </span><div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="12" src="file:///C:\Users\LUIS\AppData\Local\Temp\msohtmlclip1\01\clip_image002.gif" width="25" /><span style="font: 7.0pt "Times New Roman";"> <span style="color: black;"> </span></span></span></span><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Una estructura “suficiente” de comunicación. El conflicto grupal es inevitable, pero no necesariamente “negativo”, se muestra como negativo cuando lo que falla es la comunicación.</span></span></div><span style="color: black;"> </span><div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="12" src="file:///C:\Users\LUIS\AppData\Local\Temp\msohtmlclip1\01\clip_image002.gif" width="25" /><span style="font: 7.0pt "Times New Roman";"> <span style="color: black;"> </span></span></span></span><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">La flexibilidad estructural del equipo, lograda tras el trabajo de planificación del proyecto y que aseguraba un amplio conocimiento por parte de todos de los objetivos genéricos y de la tarea de los demás. <i style="mso-bidi-font-style: normal;">Esto es “gratis”, se produce forma natural a nuestro modo de planificar e incrementa la capacidad de decisión y ejecución del equipo.</i></span></span></div><span style="color: black;"> </span><div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="12" src="file:///C:\Users\LUIS\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="12" /><span style="font: 7.0pt "Times New Roman";"> <span style="color: black; font-size: x-small;"></span></span></span></span><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Los líderes “emergen” ante las tareas aunque (a pesar que) exista un líder estructural (“jerárquico”). En situaciones hostiles (“horribles”) las decisiones importantes se toman por consenso, o “aparece” un líder orientado a la tarea en momentos “clave” (más “horribles” que lo normal, vamos cuando hay problemas de verdad).</span></span></div><span style="color: black;"> </span><div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="12" src="file:///C:\Users\LUIS\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="12" /><span style="font: 7.0pt "Times New Roman";"> <span style="font-size: x-small;"> <span style="color: black;"></span></span></span></span></span><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">La condición “indispensable” es la construcción del equipo:</span></span></div><span style="color: black;"> </span><div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="12" src="file:///C:\Users\LUIS\AppData\Local\Temp\msohtmlclip1\01\clip_image002.gif" width="25" /><span style="font: 7.0pt "Times New Roman";"> <span style="color: black;"> </span></span></span></span><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Definir unos objetivos comunes, claros y realistas. Mantienen la motivación a largo plazo.</span></span></div><span style="color: black;"> </span><div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="12" src="file:///C:\Users\LUIS\AppData\Local\Temp\msohtmlclip1\01\clip_image002.gif" width="25" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Definir tareas y responsabilidades claras, con roles complementarios, pero asegurarse que todos saben de la tarea de todos.</span></span></div><span style="color: black;"> </span><div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="12" src="file:///C:\Users\LUIS\AppData\Local\Temp\msohtmlclip1\01\clip_image002.gif" width="25" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Construir un lenguaje común. <i style="mso-bidi-font-style: normal;">“Tú solo no puedes, con amigos sí”</i>, tiene un significado especial para los que estuvimos aquel verano en la cueva. Y todavía lo tiene.</span></span></div><span style="color: black;"> </span><div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="12" src="file:///C:\Users\LUIS\AppData\Local\Temp\msohtmlclip1\01\clip_image002.gif" width="25" /><span style="font: 7.0pt "Times New Roman";"> <span style="color: black; font-size: x-small;"> </span></span></span></span><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Encontrar momentos para reír juntos.</span></span></div><span style="color: black;"> </span><div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 9.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="12" src="file:///C:\Users\LUIS\AppData\Local\Temp\msohtmlclip1\01\clip_image002.gif" width="25" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Lograr un sentido de pertenencia, que las personas se vean a sí mismas como un equipo, como un “algo grande” que logra “cosas grandes”.</span></span></div><span style="color: black;"> </span><div class="MsoNormal" style="margin-bottom: 6.0pt; text-align: justify;"><br /></div><span style="color: black;"> </span><div class="MsoNormal" style="margin-bottom: 6.0pt; text-align: justify;"><br /></div><span style="color: black;"> </span><div align="center" class="MsoNormal" style="margin-bottom: 6pt; text-align: center;"><span style="color: black; font-size: x-small;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 9.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">La magia está en la comunicación,<br />que se muestra como el elemento central que asegura la permanencia y la evolución del equipo.</span></b></span></div><span style="color: black;"> </span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqoU1FumKse4Dp93wEG9IEpjvBf1nIak4x1ORDzkTX7DjU7Oy-TpeuYiEXgdLvE2rPfXx6j_Snri00JoH5qDIdRXooTgne2aIh4cFwpXrIfULEfdxArvdI_WCq5IsWWUyYgWvy6EdMhW8/s1600/bultos_w.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqoU1FumKse4Dp93wEG9IEpjvBf1nIak4x1ORDzkTX7DjU7Oy-TpeuYiEXgdLvE2rPfXx6j_Snri00JoH5qDIdRXooTgne2aIh4cFwpXrIfULEfdxArvdI_WCq5IsWWUyYgWvy6EdMhW8/s320/bultos_w.jpg" width="213" /></a></div><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; text-align: center;"><br /></div> <br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFLE_pjy5VevuBVNAHzaCGxGCCN7DJBnq87l9zZh4riissOO0ejNXlH4axmwbj9MP-EwvwhWTaTYdhPSjCVALt5p2fh1gMKq2PO2WlzVueUAAz4B-JR0WidJgR5d1gqmidrE0ToljWOLQ/s1600/fisio_w.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFLE_pjy5VevuBVNAHzaCGxGCCN7DJBnq87l9zZh4riissOO0ejNXlH4axmwbj9MP-EwvwhWTaTYdhPSjCVALt5p2fh1gMKq2PO2WlzVueUAAz4B-JR0WidJgR5d1gqmidrE0ToljWOLQ/s320/fisio_w.jpg" width="320" /></a><br /></span></b></span></span>Juan Carloshttp://www.blogger.com/profile/12279424333721102746noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-63377870878581218782013-06-06T11:26:00.000+02:002019-10-01T14:28:47.805+02:00El Kolectivo KIETO vuelve a la carga en la exploración de Larra<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4cpcafPP6nIhGI19oW9HYU0Vrt2OqErqcRw7PFTmGGP6QPFgRovP9aJOmoZFsM_YOYNzEzy0oWj0QmTwx_hI2EgMnj_WYyQixZBk5bCTgYGzCYyQVKJhmLPGCKS3R79MFbHpBmFD_SM0/s1600/el_regreso.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4cpcafPP6nIhGI19oW9HYU0Vrt2OqErqcRw7PFTmGGP6QPFgRovP9aJOmoZFsM_YOYNzEzy0oWj0QmTwx_hI2EgMnj_WYyQixZBk5bCTgYGzCYyQVKJhmLPGCKS3R79MFbHpBmFD_SM0/s320/el_regreso.jpg" width="320" /></a></div>Temblad MArmotassss<br /><br />Juan Carloshttp://www.blogger.com/profile/12279424333721102746noreply@blogger.com0tag:blogger.com,1999:blog-1940586076612785395.post-28331600752679338782010-10-19T21:42:00.000+02:002019-10-01T14:28:47.987+02:00krubera voronya 2009 - 2010<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQItdVxjI9lLJXd-Li9fYiu9M0kQesX8gpOm4kEv98oLIdIfkwN0jo72NAi5GALoevnz4PtR-NbWDAMPkJSmSjeY8Z2hdIhZ1cVA-fzgRpYlAdGkCCEnJG0388oitPBa4fTQmsdS7DFkI/s1600/DSCF7943.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQItdVxjI9lLJXd-Li9fYiu9M0kQesX8gpOm4kEv98oLIdIfkwN0jo72NAi5GALoevnz4PtR-NbWDAMPkJSmSjeY8Z2hdIhZ1cVA-fzgRpYlAdGkCCEnJG0388oitPBa4fTQmsdS7DFkI/s320/DSCF7943.JPG" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><span class="Apple-style-span" style="font-size: small;"><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">UNA DE LAS PUESTAS DE SOL DESDE EL CAMPAMENTO CAVEX EN LA REPUBLICA DE ABJASIA</span></span></div>Juan Carloshttp://www.blogger.com/profile/12279424333721102746noreply@blogger.com0